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Nov 7, 2018
11/18
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TEISSIER
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This paper is in the public domain in USA. Metadata comes from the CrossRef API, see full record in the source URL below.
Topic: journals
Source: https://api.crossref.org/works/10.1097/00000441-190507000-00029
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Sep 18, 2013
09/13
by
Bernard Teissier
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A study of the relation between a noetherian local domain with a given valuation and its associated graded ring with respect to the valuation, which in some cases is an esentially toric variety, possibly of infinite embedding dimension, but of finite Krull dimension. After extension of the valuation to a suitable completion (whose existence is not established in the paper) the relation becomes much more precise, and suggests a possible way to establish local uniformization for an excellent...
Source: http://arxiv.org/abs/math/0303200v1
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Jun 14, 2016
06/16
by
Teissier, J
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Includes bibliographic references and index
Topic: Pathology
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Jun 30, 2018
06/18
by
Bernard Teissier
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We study Abhyankar valuations of excellent equicharacteristic local domains with an algebraically closed residue field. For zero dimensional valuations we prove that whenever the ring is complete and the semigroup of values taken by the valuation is finitely generated (which implies that the valuation is Abhyankar) the valuation can be uniformized in an embedded way by a birational map which is monomial with respect to a suitable system of generators of the maximal ideal. We prove that...
Topics: Mathematics, Commutative Algebra, Algebraic Geometry
Source: http://arxiv.org/abs/1401.5204
Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : 110133x103x15 .
Topic: Titres et travaux scientifiques
Extr. du Journal de médecine de Lyon. 1926. 5 novembre Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : 110133x143x16 .
Topic: Titres et travaux scientifiques
Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : 90945x34x07 .
Topic: Notes biographiques - Mélanges 90945
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Jul 20, 2013
07/13
by
Bernard Teissier
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This is the LaTeX version of the handwritten notes of a lecture at the Kyoto Singularities Symposium held at the RIMS in April 1978. It presents the relationship of various invariants of isolated singularities of complex analytic hypersurfaces with the jacobian Newton polygon built from the polar curves. An appendix presents features of the semiring of Newton polygons, because the product of Jacobian Newton polygons corresponds to the Thom-Sebastiani sum of hypersurfaces. Analogies between...
Source: http://arxiv.org/abs/1203.5595v1
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Jul 20, 2013
07/13
by
Bernard Teissier
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This note presents three resonances in commutative algebra and analytic geometry of the concept of Lojasiewicz inequality. The first is the interpretation in complex analytic geometry of the best possible exponent for a function g with respect to an ideal I at a point of a reduced complex space X as the inclination of a edge of a Newton polygon associated to the dicritical components of as log resolution of I. The second calls attention to recent results which show that some rational numbers...
Source: http://arxiv.org/abs/1203.0480v1
Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : 110133x107x01 .
Topic: Titres et travaux scientifiques
Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : 110133x226x14 .
Topic: Titres et travaux scientifiques
Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : pharma_025208 .
Topic: Notes biographiques - Mélanges 90945
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Jun 14, 2016
06/16
by
Teissier, J
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Includes bibliographic references and index
Topic: Pathology
1,615
1.6K
Aug 22, 2010
08/10
by
Octave Teissier
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1892
Topic: France (Marseille)
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Dec 27, 2014
12/14
by
Antoine Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=YyE-DiHvynwC&hl=&source=gbs_api
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Sep 18, 2013
09/13
by
Bernard Teissier
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In this paper I propose the idea to establish a clear distinction between the foundations of truth and the foundations of meaning in Mathematics. I explore on the most basic example, the mathematical line, the possibility that the foundations of its meaning are provided by a protomathematical object resulting from the identification by our perceptual system of the visual line and the vestibular line, a point of view suggested by recent results of neurophysiology.
Source: http://arxiv.org/abs/0806.3864v1
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Dec 15, 2014
12/14
by
G.F. Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=KaepYVjWQvoC&hl=&source=gbs_api
Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : 110133x150x08 .
Topic: Titres et travaux scientifiques
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Jun 4, 2016
06/16
by
Antoine Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=4YzL0J2uiJcC&hl=&source=gbs_api
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Jun 4, 2016
06/16
by
Antoine Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=4Z3ctF5_8i8C&hl=&source=gbs_api
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Jul 23, 2016
07/16
by
Antoine Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=FdTraSpWlEsC&hl=&source=gbs_api
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Aug 21, 2018
08/18
by
Teissier, Jacob
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Aug 1, 2016
08/16
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Antoine Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=kqi4otXilqsC&hl=&source=gbs_api
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Aug 23, 2016
08/16
by
Antoine Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=W9FKLSGjir8C&hl=&source=gbs_api
Originally published at: Teissier, Beatrice (1996). Egyptian Iconography on Syro-Palestinian Cylinder Seals of the Middle Bronze Age. Fribourg, Switzerland / Göttingen, Germany: University Press / Vandenhoeck Ruprecht.
Topics: Bronze Age, Egyptian
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Apr 25, 2011
04/11
by
Teissier, Octave, 1825-1904
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Oct 28, 2010
10/10
by
Teissier, Maurice, 1871-
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348
Dec 8, 2014
12/14
by
Antoine 1632-1715 Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=mNQSBsVK7WAC&hl=&source=gbs_api
Available at the Bibliothèque interuniversitaire de santé (Paris). See this resource in Medica digital library : 110133x032x24 .
Topic: Titres et travaux scientifiques
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Dec 9, 2009
12/09
by
Teissier, F. (François)
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Faux-titre: Les Français au Canada. 5e série grand in-8@
Topic: genealogy
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May 2, 2011
05/11
by
Teissier, Octave, 1825-1904
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Topic: Pellicot (Famille)
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Nov 17, 2014
11/14
by
Teissier, Octave, 1825-1904
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Mode of access: Internet
Topics: bub_upload, Napoleon III, Emperor of the French, 1808-1873
Source: http://books.google.com/books?id=78gRAAAAYAAJ&hl=&source=gbs_api
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Dec 15, 2014
12/14
by
Guillaume Ferdinand Teissier
texts
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Topic: bub_upload
Source: http://books.google.com/books?id=KgwCAAAAQAAJ&hl=&source=gbs_api
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Mar 26, 2019
03/19
by
Teissier, Georg Ludwig
texts
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Includes bibliographical references
Topics: Musset Family, Musset, Alfred de, 1810-1857, Musset, Alfred de, 1810-1857
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Apr 29, 2011
04/11
by
Teissier, Octave, 1825-1904
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Apr 29, 2011
04/11
by
Teissier, Octave, 1825-1904
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Topic: Valbelle, Joseph Alphonse Omer, comte de, 1729-1778
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Nov 30, 2014
11/14
by
Antoine 1632-1715 Teissier
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Topic: bub_upload
Source: http://books.google.com/books?id=hvjGE1LQ2U0C&hl=&source=gbs_api
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Apr 29, 2014
04/14
by
Teissier du Cros, Janet
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Autobiographical
Topic: World War, 1939-1945
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Oct 29, 2014
10/14
by
Guillaume Ferdinand Teissier
texts
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Topic: bub_upload
Source: http://books.google.com/books?id=2owxAQAAMAAJ&hl=&source=gbs_api
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Sep 22, 2013
09/13
by
Steven Dale Cutkosky; Bernard Teissier
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Given a noetherian local domain $R$ and a valuation $\nu$ of its field of fractions which is non negative on $R$, we derive some very general bounds on the growth of the number of distinct valuation ideals of $R$ corresponding to values lying in certain parts of the value group $\Gamma$ of $\nu$. We show that this growth condition imposes restrictions on the semigroups $\nu(R\setminus \{0\})$ for noetherian $R$ which are stronger that those resulting from the previous paper \cite{C2} of the...
Source: http://arxiv.org/abs/0805.3788v1
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Sep 20, 2013
09/13
by
Jean-Paul Brasselet; Bernard Teissier
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Let $X$ be a real-analytic manifold and $g\colon X\to{\mathbf R}^n$ a proper triangulable subanalytic map. Given a subanalytic $r$-form $\omega$ on $X$ whose pull-back to every non singular fiber of $g$ is exact, we show tha $\omega$ has a relative primitive: there is a subanalytic $(r-1)$-form $\Omega$ such that $dg\Lambda (\omega-d\Omega)=0$. The proof uses a subanalytic triangulation to translate the problem in terms of "relative Whitney forms" associated to prisms. Using the...
Source: http://arxiv.org/abs/1002.1631v1
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Nov 18, 2004
11/04
by
Teissier, Guillaume Ferdinand, 1779-1834
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293 p
Topic: Printing -- History Metz
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Dec 13, 2018
12/18
by
Teissier, J. (Joseph), 1851-1926
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5 pages ; 25 cm
Topics: Neoplasms -- complications, Rheumatic Diseases -- complications
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1.2K
Mar 2, 2010
03/10
by
[Teissier, Guillaume Ferdinand], 1779-1834
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Topics: Printing, Imprimerie
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Jun 29, 2018
06/18
by
Bernard Teissier; Arturo Giles Flores
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Ce texte pr{\'e}sente plusieurs aspects de la th{\'e}orie de l'{\'e}quisingularit{\'e} des espaces analytiques complexes telle qu'elle est d{\'e}finie par les conditions de Whitney. Le but est de d{\'e}crire des points de vue g{\'e}om{\'e}trique, topologique et alg{\'e}brique une partition canonique localement finie d'un espace ana-lytique complexe r{\'e}duit X en strates telles que la g{\'e}om{\'e}trie locale de X soit constante le long de chaque strate. Les vari{\'e}t{\'e}s polaires locales...
Topics: Complex Variables, Algebraic Geometry, Mathematics
Source: http://arxiv.org/abs/1607.07979
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Sep 19, 2013
09/13
by
Steven Dale Cutkosky; Bernard Teissier
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In this paper the question of which semigroups are realizable as the semigroup of values attained on a Noetherian local ring which is dominated by a valuation is considered. We give some striking examples, indicating that there may be no constraints on the semigroup beyond those known classically.
Source: http://arxiv.org/abs/0708.0019v1
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Nov 10, 2014
11/14
by
Teissier, P. J. (Pierre Joseph), 1864-1932
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Issued also as thesis, Paris
Topics: Tuberculosis, Endocarditis
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262
Feb 19, 2015
02/15
by
Teissier, Octave, 1825-1904. n 50049708
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Topic: Arnaldus, de Villanova, -1311
